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Что такое НГ линия? 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Что такое НГ линия? 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основы и поговорим о нейролинии. 1️⃣ Как её правильно вести? 3️⃣ На что важно обращать внимание, чтобы линия была нейрографичной? Ответы в видео⬆️ И помните, если нейролиния проведена...","preview":{"posterSrc":"data:image/png;base64,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сегодня продолжим говорить о нейрографической линии. Я уже показывала, как её правильно рисовать и как округлять появляющиеся пересечения. Но есть ещё важная информация, благодаря...","preview":{"posterSrc":"data:image/png;base64,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Меня зовут Марина Артамонова, я дипломированный инструктор нейрографики, практический психолог, арт-терапевт и профессиональный художник. 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вас на мастер-класс по методу нейрографики - "Нейродрево". Это очень глубокий алгоритм. В него заложена философия запуска в рост ваших проектов, ваших желаний. Это может быть 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этом эфире мы рисуем алгоритм нейрографики, с помощью которого привлекаем нужную нам сумму денег Нейрографика помогает наполниться энергией и вдохновением. Реализовывая свой творческий...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"40","reqid":"1765581058435725-7991019624924742040-balancer-l7leveler-kubr-yp-vla-84-BAL","isAdultDoc":false,"relatedParams":{"text":"Быстрое 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Сегодня я расскажу, как образы в ваших нейрографических 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Как найти нужную сумму денег? Время перемен, в первую очередь внутренних, и время новых решений. 🤔 Так как же услышать себя? Один из способов – нейрографика.","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"44","reqid":"1765581058435725-7991019624924742040-balancer-l7leveler-kubr-yp-vla-84-BAL","isAdultDoc":false,"relatedParams":{"text":"Идеальное 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Лана Логинская (псевдоним Лана Сапир) • Дипломированный инструктор нейрографики 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мир просто — возьми в руки маркер и лист бумаги. Именно так работает метод нейрографики. Подробнее - https://vk.com/fridom_nejrografikaЛинии, фигуры...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"47","reqid":"1765581058435725-7991019624924742040-balancer-l7leveler-kubr-yp-vla-84-BAL","isAdultDoc":false,"relatedParams":{"text":"Нейрографика 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